{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "               开盘价     最高价     最低价     收盘价     成交量     持仓量   动态结算价\n",
      "日期                                                                \n",
      "2025-02-19  684.36  690.24  683.60  687.80  261476  179507  686.72\n",
      "2025-02-20  688.50  690.46  684.18  690.00  289045  178647  688.14\n",
      "2025-02-21  688.00  689.00  681.82  684.44  384739  170792  685.74\n",
      "2025-02-24  684.80  686.90  682.20  685.98  310621  167268  684.68\n",
      "2025-02-25  688.04  689.66  683.88  685.58  294169  157636  686.94\n",
      "2025-02-26  683.78  686.54  674.60  679.42  436896  128465  681.02\n",
      "2025-02-27  682.50  683.78  676.72  678.52   89442  139767  680.02 \n",
      "              开盘价   最高价   最低价   收盘价     成交量     持仓量  动态结算价\n",
      "日期                                                       \n",
      "2025-02-19  8089  8159  8061  8132  687386  346644   8110\n",
      "2025-02-20  8136  8166  8063  8147  658101  345769   8118\n",
      "2025-02-21  8163  8187  8066  8102  832367  331854   8129\n",
      "2025-02-24  8096  8137  8008  8087  800695  315263   8075\n",
      "2025-02-25  8072  8093  7984  8017  647022  304928   8031\n",
      "2025-02-26  7950  8004  7864  7904  783725  273871   7926\n",
      "2025-02-27  7923  7949  7862  7900  534895  259346   7913\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1500x600 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "\n"
     ]
    }
   ],
   "source": [
    "import akshare as ak\n",
    "import matplotlib.pyplot as plt\n",
    "import pandas as pd  # 导入 pandas\n",
    "import datetime\n",
    "\n",
    "\n",
    "# 获取数据的时间范围\n",
    "now = datetime.datetime.now()\n",
    "end_date = now.strftime('%Y%m%d')\n",
    "# end_date = '20241201'\n",
    "\n",
    "start_data = '20240101'\n",
    "\n",
    "# 获取黄金和白银的历史数据\n",
    "gold_data = ak.futures_main_sina(symbol=\"AU0\", start_date=start_data, end_date=end_date)\n",
    "silver_data = ak.futures_main_sina(symbol=\"AG0\", start_date=start_data, end_date=end_date)\n",
    "\n",
    "# 确保数据按日期排序\n",
    "gold_data = gold_data.sort_values(by=\"日期\")\n",
    "silver_data = silver_data.sort_values(by=\"日期\")\n",
    "\n",
    "# 将日期设置为索引\n",
    "gold_data.set_index(\"日期\", inplace=True)\n",
    "silver_data.set_index(\"日期\", inplace=True)\n",
    "\n",
    "count = 7\n",
    "print(gold_data.tail(count), '\\n', silver_data.tail(count))\n",
    "\n",
    "# 计算金银比（黄金价格/白银价格）\n",
    "gold_price = gold_data['收盘价']  # 黄金的收盘价\n",
    "silver_price = silver_data['收盘价'] / 1000 # 白银的收盘价\n",
    "\n",
    "# 保证两者的日期对齐\n",
    "data = pd.concat([gold_price, silver_price], axis=1, join='inner')\n",
    "data.columns = ['Gold', 'Silver']\n",
    "\n",
    "# 计算金银比\n",
    "data['Gold_Silver_Ratio'] = data['Gold'] / data['Silver']\n",
    "\n",
    "# 创建图表\n",
    "fig, ax1 = plt.subplots(figsize=(15, 6))\n",
    "\n",
    "# 绘制金银比曲线\n",
    "ax1.plot(data.index, data['Gold_Silver_Ratio'], label='Gold/Silver Ratio', color='gold')\n",
    "ax1.set_xlabel('Date', fontsize=12)\n",
    "ax1.set_ylabel('Gold/Silver Ratio', fontsize=12)\n",
    "ax1.tick_params(axis='x', rotation=-90)  # 将X轴标签旋转-90度\n",
    "ax1.grid(True)\n",
    "\n",
    "# 创建第二个y轴（右侧y轴）\n",
    "ax2 = ax1.twinx()\n",
    "ax2.plot(data.index, data['Gold'], label='Gold Price', color='orange')\n",
    "ax2.set_ylabel('Gold Price (CNY)', fontsize=12)\n",
    "\n",
    "# 设置图表标题和图例\n",
    "plt.title('Gold/Silver Ratio and Gold Price (2024-2025)', fontsize=14)\n",
    "ax1.legend(loc='upper left')\n",
    "ax2.legend(loc='upper center')\n",
    "\n",
    "# 显示图表\n",
    "plt.tight_layout()\n",
    "plt.show()\n",
    "\n",
    "print()"
   ]
  },
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   "metadata": {},
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    "判断金银比的止盈点需要结合市场分析、交易策略和风险管理。以下是一些常见方法，供参考：\n",
    "\n",
    "1. 基于历史均值回归\n",
    "原理：金银比的长期历史均值通常在 50-80 之间波动（近年均值约为 70-80）。当比率显著偏离历史均值时，可能向均值回归。\n",
    "\n",
    "止盈策略：\n",
    "\n",
    "若在高位做空金银比（如比率 > 80），当比率回落至历史均值附近（如70-75）时可考虑止盈。\n",
    "\n",
    "若在低位做多金银比（如比率 < 60），当比率回升至均值附近时止盈。\n",
    "\n",
    "注意：近年因市场环境变化（如货币超发、工业需求等），均值可能上移，需结合当前周期调整。\n",
    "\n",
    "2. 技术分析（关键阻力/支撑位）\n",
    "原理：通过图表识别金银比的趋势、关键支撑阻力位或技术指标信号。\n",
    "\n",
    "止盈策略：\n",
    "\n",
    "趋势线突破：若金银比处于上升趋势中，止盈点可设在趋势线或通道上沿；若跌破趋势线，可能预示反转。\n",
    "\n",
    "斐波那契回撤：若比率从高点回落，止盈点可设在38.2%、50%或61.8%回撤位。\n",
    "\n",
    "RSI/MACD背离：当金银比与RSI、MACD出现顶背离或底背离时，可能预示反转，可作为止盈信号。\n",
    "\n",
    "3. 基于盈亏比与风险管理\n",
    "原理：根据交易的风险收益比设定目标。\n",
    "\n",
    "止盈策略：\n",
    "\n",
    "固定盈亏比：例如，若入场时风险为5%，止盈目标设为风险回报比 2:1 或 3:1。\n",
    "\n",
    "动态调整：随着价格波动，逐步上移止盈点（如移动平均线跟踪），锁定部分利润。\n",
    "\n",
    "4. 基本面驱动事件\n",
    "原理：金银比受经济周期、货币政策、工业需求等因素影响。\n",
    "\n",
    "止盈策略：\n",
    "\n",
    "经济复苏期：白银工业需求增加，金银比可能下降，可在经济数据（如PMI）好转时止盈。\n",
    "\n",
    "避险情绪消退：若黄金避险需求减弱（如美联储结束加息），金银比可能回落，可结合政策信号止盈。\n",
    "\n",
    "白银供应短缺：若白银出现供需缺口（如新能源需求爆发），可能压制金银比，需跟踪相关新闻。\n",
    "\n",
    "5. 跨市场相关性分析\n",
    "原理：金银比与美元指数、实际利率、通胀预期等关联。\n",
    "\n",
    "止盈策略：\n",
    "\n",
    "美元走弱：若美元指数跌破关键支撑，可能利空白银（美元计价），需重新评估金银比逻辑。\n",
    "\n",
    "实际利率上升：黄金机会成本增加，可能拖累金银比，需结合美债收益率走势判断。\n",
    "\n",
    "示例场景\n",
    "情景：当前金银比为 85，处于历史高位，做空金银比（买白银/卖黄金）。\n",
    "\n",
    "止盈设定：\n",
    "\n",
    "历史均值：目标70-75（均值回归）。\n",
    "\n",
    "技术面：前期低点75附近为支撑，可分批止盈。\n",
    "\n",
    "基本面：若美联储降息预期升温，白银工业需求回升，可持有至政策落地。\n",
    "\n",
    "风险控制：初始止损设为比率90，止盈目标为75（风险回报比3:1）。\n",
    "\n",
    "注意事项\n",
    "避免单一指标依赖：需结合技术面、基本面和市场情绪综合判断。\n",
    "\n",
    "灵活调整：若市场出现突发风险事件（如地缘冲突），金银比可能长期偏离均值，需动态修正策略。\n",
    "\n",
    "仓位管理：金银比的波动可能剧烈，建议轻仓交易，避免杠杆过高。\n",
    "\n",
    "通过以上方法，投资者可根据自身策略选择适合的止盈点，同时保持对市场变化的敏感度"
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